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DA - Calculus and Optimization

7 Chapters 18 Video Lectures Notes + PYQs PDF
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Ch. 1 Ch. 2 Ch. 3 Ch. 4 Ch. 5 Ch. 6 Ch. 7
L1 - Introduction to Functions β€” Domain, Range, Codomain, Classes.
L2 - Types, Inverse, Composite.
L3 - Solutions to Problems 1–5.
L4 - Introduction to Calculus and Limits
L5 - Infinite Limits and Limit to Infinity
L6 - Limit Formula and Examples
L7 - Limit Solutions to Problem 6–19
L8 - Introduction to Continuity and Examples
L9 - Continuity – Solutions to Problem 20–29
L10 - Introduction to Differentiability and Examples
L11 - Differentiability – Solutions to Problem 30–39
L12 - Optimization – Rate of Change, Critical Points, and Examples
L13 - Optimization – Relative/Local and Global/Absolute Maxima Minima (Extrema)
L14 - Optimization – Concavity, Convexity, Rolle’s and Mean Value Theorem
L15 - Optimization – Solutions to Problems 40–47
L16 - Taylor and Maclaurin Series – Applications to Limits and Examples
L17 - Taylor and Maclaurin Series – Solutions to Problems 48–52
L18 - GATE PYQs Solutions 1–23